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K. Binder and D. W. Heermann, Monte Carlo Simulation in Statistical Physics, (Springer, Berlin, 1988) provides a good introduction to the dynamic interpretation of Monte Carlo simulations and the different algorithms used
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K. Binder and D. W. Heermann, Monte Carlo Simulation in Statistical Physics, (Springer, Berlin, 1988) provides a good introduction to the dynamic interpretation of Monte Carlo simulations and the different algorithms used.
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32
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For descriptions of the heat-bath algorithm, see, and, and, For the MC simulations reported in the present work the heat-bath algorithm is equivalent to the original Glauber dynamics, see, and
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For descriptions of the heat-bath algorithm, see B. Derrida and G. Weisbuch, Europhys. Lett.4, 657 (1987) and A. M. Mariz, H J. Herrmann and L. de Arcangelis, J. Stat. Phys.59, 1043 (1990). For the MC simulations reported in the present work the heat-bath algorithm is equivalent to the original Glauber dynamics, see A M. Mariz and H J. Herrmann, J. Phys. A22, L1081 (1989).
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Herrmann, H.J.7
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33
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85035240211
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For a detailed discussion of the later stages, especially the time scales which determine the location of the maximum and the rate of decay to the equilibrium, we refer to Refs. 5,12
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For a detailed discussion of the later stages, especially the time scales which determine the location of the maximum and the rate of decay to the equilibrium, we refer to Refs. 5,12.
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